In this article we cover an episode in the representation theory of GL{n) defined over a p-adic field with finite residue class field. We concentrate on the irreducible tempered representations admitting non-zero Iwahori-fixed vectors. We describe the space of these representations in terms of Deligne
Let F be a non-archimedean local field with residue field Fq and let G = GL 2/F. Let q be an indeter...
Abstract. The SL(2)-type of any smooth, irreducible and unitarizable representation of GLn over a p-...
If F is a local non-Archimedean field, then every irreducible admis-sible representation π of GL(r, ...
In this article we cover an episode in the representation theory of GL(n) defined over a p-adic fiel...
Let GL(n) denote the general linear group over a local nonarchimedean field. For the equivalence c...
Abstract. Let F be a local non-archimedean field of characteristic 0, and let A be an F-central divi...
Deligne, Kazhdan and Vigneras proved that, for an inner form of $GL_n$ over a zero characteristic $p...
International audienceLet F be a non-Archimedean locally compact field, q be the cardinality of its ...
Let K/F be a quadratic extension of p-adic fields, and χ a character of F∗. A representation (pi, V)...
AbstractLet p⩾5 be a prime number. In [BL94] Barthel and Livné (1994) gave a classification for irre...
Let p be a prime number and K a finite extension of Q p. We state conjectures on the smooth represen...
Let E/F be a quadratic extension of p-adic fields. The local Langlands correspondence establishes a ...
AbstractIn this paper, we characterize the irreducible generic representations of GL(n,F) where F is...
In this paper we view pro-$p$ Iwahori subgroups $I$ as rigid analytic groups $\Bbb{I}$ for large eno...
textThis thesis is divided into two parts. In the first, we generalize results of Greenberg-Vatsal o...
Let F be a non-archimedean local field with residue field Fq and let G = GL 2/F. Let q be an indeter...
Abstract. The SL(2)-type of any smooth, irreducible and unitarizable representation of GLn over a p-...
If F is a local non-Archimedean field, then every irreducible admis-sible representation π of GL(r, ...
In this article we cover an episode in the representation theory of GL(n) defined over a p-adic fiel...
Let GL(n) denote the general linear group over a local nonarchimedean field. For the equivalence c...
Abstract. Let F be a local non-archimedean field of characteristic 0, and let A be an F-central divi...
Deligne, Kazhdan and Vigneras proved that, for an inner form of $GL_n$ over a zero characteristic $p...
International audienceLet F be a non-Archimedean locally compact field, q be the cardinality of its ...
Let K/F be a quadratic extension of p-adic fields, and χ a character of F∗. A representation (pi, V)...
AbstractLet p⩾5 be a prime number. In [BL94] Barthel and Livné (1994) gave a classification for irre...
Let p be a prime number and K a finite extension of Q p. We state conjectures on the smooth represen...
Let E/F be a quadratic extension of p-adic fields. The local Langlands correspondence establishes a ...
AbstractIn this paper, we characterize the irreducible generic representations of GL(n,F) where F is...
In this paper we view pro-$p$ Iwahori subgroups $I$ as rigid analytic groups $\Bbb{I}$ for large eno...
textThis thesis is divided into two parts. In the first, we generalize results of Greenberg-Vatsal o...
Let F be a non-archimedean local field with residue field Fq and let G = GL 2/F. Let q be an indeter...
Abstract. The SL(2)-type of any smooth, irreducible and unitarizable representation of GLn over a p-...
If F is a local non-Archimedean field, then every irreducible admis-sible representation π of GL(r, ...
DOI
Add to ORKG